A new class of data structures called “bumptrees ” is described. These structures are useful for efficiently implementing a number of neural network related operations. An empirical comparison with radial basis functions is presented on a robot arm mapping learning task. Applica-tions to density estimation, classification, and constraint representation and learning are also outlined. 1 WHAT IS A BUMPTREE? A bumptree is a new geometric data structure which is useful for efficiently learning, rep-resenting, and evaluating geometric relationships in a variety of contexts. They are a natural generalization of several hierarchical geometric data structures including oct-trees, k-d trees, balltrees and boxtrees. They are useful for many geometric...
It is widely believed that understanding data structure is a crucial ingredient to push forward our ...
Comunicació presentada a: 2020 IEEE International Conference on Systems, Man, and Cybernetics (SMC),...
In this paper, we describe a new error-driven active learning approach to self-growing radial basis ...
Bumptrees are geometric data structures introduced by Omohundro (1991) to provide efficient access t...
This paper proposes a novel learning algorithm for constructing data classifiers with radial basis f...
This paper presents a novel learning algorithm for efficient construction of the radial basis functi...
Abstract. Balltrees are simple geometric data structures with a wide range of practical applications...
It is well known in the literature that the problem of learning the structure of Bayesian networks i...
Emergent computation in the form of geometric learning is central to the development of motor and pe...
In this thesis we investigate various aspects of the pattern recognition problem solving process. Pa...
This dissertation presents a new strategy for the automatic design of neural networks. The learning ...
We analyze how radial basis functions are able to handle problems which are not linearly separable. ...
In the context of pattern classification, the success of a classification scheme often depends on th...
Learning Bayesian networks is a central problem for pattern recognition, density estimation and clas...
Introduction Neural Networks consisting of localized basis functions are used for approximation of ...
It is widely believed that understanding data structure is a crucial ingredient to push forward our ...
Comunicació presentada a: 2020 IEEE International Conference on Systems, Man, and Cybernetics (SMC),...
In this paper, we describe a new error-driven active learning approach to self-growing radial basis ...
Bumptrees are geometric data structures introduced by Omohundro (1991) to provide efficient access t...
This paper proposes a novel learning algorithm for constructing data classifiers with radial basis f...
This paper presents a novel learning algorithm for efficient construction of the radial basis functi...
Abstract. Balltrees are simple geometric data structures with a wide range of practical applications...
It is well known in the literature that the problem of learning the structure of Bayesian networks i...
Emergent computation in the form of geometric learning is central to the development of motor and pe...
In this thesis we investigate various aspects of the pattern recognition problem solving process. Pa...
This dissertation presents a new strategy for the automatic design of neural networks. The learning ...
We analyze how radial basis functions are able to handle problems which are not linearly separable. ...
In the context of pattern classification, the success of a classification scheme often depends on th...
Learning Bayesian networks is a central problem for pattern recognition, density estimation and clas...
Introduction Neural Networks consisting of localized basis functions are used for approximation of ...
It is widely believed that understanding data structure is a crucial ingredient to push forward our ...
Comunicació presentada a: 2020 IEEE International Conference on Systems, Man, and Cybernetics (SMC),...
In this paper, we describe a new error-driven active learning approach to self-growing radial basis ...